clear; close all;
c=zeros(25,1);
% L = 0
c(1) = 1/4 * 1/pi;
% L = 1
c(2) = 1/4 * 3/pi;
c(3) = 1/4 * 3/pi/2;
c(4) = c(3);
% L = 2
c(5) = 1/16 * 5/pi;
c(6) = 1/4 * 15/pi/2;
c(7) = c(6);
c(8) = 1/16 * 15/pi/2;
c(9) = c(8);
% L = 3
c(10) = 1/16 * 7/pi;
c(11) = 1/64 * 21/pi;
c(12) = c(11);
c(13) = 1/16 * 105/pi/2;
c(14) = c(13);
c(15) = 1/64 * 35/pi;
c(16) = c(15);
% L = 4
c(17) = (3/16)^2 * 1/pi;
c(18) = (3/8)^2 * 5/pi;
c(19) = c(18);
c(20) = (3/8)^2 * 5/pi/2;
c(21) = c(20);
c(22) = (3/8)^2 * 35/pi;
c(23) = c(22);
c(24) = (3/16)^2 * 35/pi/2;
c(25) = c(24);

% L = 5
c(26) = (1/16)^2 * 11/pi;
c(27) = (1/16)^2 * 165/pi/2;
c(28) = c(27);
c(29) = (1/8)^2 * 1155/pi/2;
c(30) = c(29);
c(31) = (1/32)^2 * 385/pi;
c(32) = c(31);
c(33) = (3/16)^2 * 385/pi/2;
c(34) = c(33);
c(35) = (3/32)^2 * 77/pi;
c(36) = c(35);


% L = 6
c(37) = (1/32)^2 * 13/pi;
c(38) = (1/16)^2 * 273/pi/2;
c(39) = c(38);
c(40) = (1/64)^2 * 1365/pi;
c(41) = c(40);
c(42) = (1/32)^2 * 1365/pi;
c(43) = c(42);
c(44) = (3/32)^2 * 91/pi/2;
c(45) = c(44);
c(46) = (3/32)^2 * 1001/pi;
c(47) = c(46);
c(48) = (1/64)^2 * 3003/pi;
c(49) = c(48);

% L = 7
c(50) = (1/32)^2 * 15/pi;
c(51) = (1/64)^2 * 105/pi/2;
c(52) = c(51);
c(53) = (3/64)^2 * 35/pi;
c(54) = c(53);
c(55) = (3/64)^2 * 35/pi/2;
c(56) = c(55);
c(57) = (3/32)^2 * 385/pi/2;
c(58) = c(57);
c(59) = (3/64)^2 * 385/pi/2;
c(60) = c(59);
c(61) = (3/64)^2 * 5005/pi;
c(62) = c(61);
c(63) = (3/64)^2 * 715/pi/2;
c(64) = c(63);

% L = 8
c(65) = (1/256)^2 * 17/pi;
c(66) = (3/64)^2 * 17/pi/2;
c(67) = c(66);
c(68) = (3/128)^2 * 595/pi;
c(69) = c(68);
c(70) = (1/64)^2 * 19635/pi/2;
c(71) = c(70);
c(72) = (3/128)^2 * 1309/pi/2;
c(73) = c(72);
c(74) = (3/64)^2 * 17017/pi/2;
c(75) = c(74);
c(76) = (1/128)^2 * 7293/pi;
c(77) = c(76);
c(78) = (3/64)^2 * 12155/pi/2;
c(79) = c(78);
c(80) = (3/256)^2 * 12155/pi/2;
c(81) = c(80);

format long;
disp(c);

figure;
plot(c,'o-','linewidth',2);

